The energy release can make accretion disks formidable power sources.
此能量释放使吸积盘成为巨大能量的来源。
The solutions are compared with the energy release rate of linear elasticity.
解答与线弹性的能量释放率进行了比较。
At last, the boundary collocation method is used to calculate the energy release rate.
最后，用边界配置法计算了能量释放率。
The equations of loading and bounding surfaces are described in strain-energy release rate.
加载面、边界面方程均以损伤能量释放率表示。
The relative energy release is analyzed from overpressure curves measured with some sensors.
从压力传感器测量的空气冲击波超压曲线，获得反应释放总能。
The intrinsic relations between energy dissipation, energy release and failure of rock are discussed.
讨论了岩石破坏与能量耗散、能量释放的内在联系。
So in some future years the earthquake energy release level in the system will rise but not rise rapidly.
所以在今后若干年内该系统地震能量释放水平会有所增强，但不会快速增强。
The constitutive equation for damaged material and two damage strain energy release rates are also discussed.
文中还讨论了受损材料的本构方程和两种损伤应变能释放率。
Numerical solution of these equations yields the intensity factors and the energy release rate at the crack tip.
求解这些方程组，获得了裂纹尖端的强度因子和能量释放率。
In the case of constant load, the energy release rate will increase with time until it reaches a higher limit value.
在常载荷的情况下，能量释放率将随时间而增长，直到它达到某一较高的极限值。
All that remained was to see whether this energy release more resembled that of gold reacting with mercury or with radon.
接下来要弄清的问题就是，释放的能量是否与金汞或金氡反应时释放的能量相同。
The concepts of energy dissipation, energy release, strength loss and abrupt structural failure of rock are defined.
定义了单元耗散能、可释放应变能、强度丧失和整体破坏的概念。
The energy release rate for crack propagation depends only on the stress intensity factor and the material constants.
电导通裂纹模型中的静电场对裂纹尖端扩展的能量释放率不作贡献。
To strengthen the lubricating performance of its parts, attempt to inject energy release into the moving parts of motor.
尝试采用向马达的滑靴等运动部件注入安耐驰的方法，增强其部件的润滑性能。
This triggered energy release process is probably an important mechanism for energy release associated with solar flares.
上述无力场的触发释能过程可能是太阳耀斑的一种重要的释能机制。
In the case of constant displacement, the energy release rate will decrease with time, until it reaches a lower limit value.
在常位移的情况下，能量释放率将随时间而减少，直到它达到某一较低的极限值。
The fracture of the electronic components is predicted through Comparing the experimental data of strain energy release rate.
对比能量释放率的试验数据，对电子元件的断裂进行了预测。
The emplacement and evolution of magma are not only a trend of material evolution but also a process of energy release and transfer.
岩浆的侵位和演化过程不仅仅表现为物质上的演化趋势，而且也是能量的释放和转移过程。
The kinetic energy release(KER) of the fragments is derived from the time-of-flight spectra. The results are compared with CE model.
从反冲离子飞行时间谱得到氮气分子离子的库仑爆炸释放的动能（KER），并与库仑爆炸模型进行了比较。
The energy release rate and failure criterion for mixed mode are investigated by means of the method of equivalent linear crack extension.
利用当量直线裂纹扩展法研究复合型裂纹的能量释放率及相应的断裂判据。
A pressure disturbance cannot drive the energy release profile uniformly to the anti-node region to result in a sustained longitudinal wave.
压力扰动不可能驱使能量释放分布图移至波腹区域以产生持续的纵向波。
The expression of energy release rate is deduced by means of the path-independent M-integral, and corresponding numerical results are given.
利用与路径无关的M积分导出能量释放率表达式并给出相应的数值解。
The strain energy release rate of the crack propagation was calculated by using virtual crack closure technique, and fatigue life was forecasted.
采用虚拟裂纹闭合技术计算裂纹扩展的应变能释放率，并对裂纹扩展寿命进行计算。
Due analysis has been made and it is found that the nonlinear energy release rate of orthotropic plate with a, crack is dependent on the biaxial load factor.
本文分析双向加载下正交异性裂纹板的非线性能量率，指出所研究的裂纹板的非线性能量释放率与双向加载因子有关。
The intrinsic relations between energy dissipation, energy release, and strength and abrupt structural failure of rocks during failure process are discussed.
讨论了岩石变形破坏过程中能量耗散、能量释放与岩石强度和整体破坏的内在联系。
The general solution of the electromechanical field, intensity factors and energy release rate are obtained, which are expressed in terms of series expansion.
得到了级数形式表达的电场和弹性场的基本解、场强度因子和能量释放率。
Numerical results were presented graphically. The influence of thickness of elastic layer on field intensity factors and energy release rate was investigated.
给出了数值计算结果，并分析了弹性层厚度对场强度因子与能量释放率的影响。
This energy release imbalance, closely related with many process parameters, such as plasma arc compression degree, cutting speed and nozzle to the distance, etc.
这个能量释放的不平衡，与很多工艺参数密切相关，如等离子弧压缩程度、切割速度及喷嘴到工件的距离等。
The crack has no effect on the safety of structure temporarily because of the energy release and the stress relaxation, so people don't pay close attention to it.
由于温度裂缝出现后，能量释放、应力松驰，暂时不危及结构安全，往往不能引起人们的充分重视。
The results show that the stress intensity factor is independent of material constants, and the strain energy release rate is dependent on all material constants.
结果表明，应力强度因子与材料常数无关，而应变能释放率依赖于所有的材料常数。
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